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Stress Concentrations in Elevated Steel Storage Tanks and Silos

机译:钢储罐和筒仓中的应力集中

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In this paper, a study is carried out to investigate the stress concentrations at junctions of cylindrical-conical shell structures using the finite element method. A finite element solution is developed and used to model the structure. The solution utilizes curved finite elements that are capable to model the cylindrical and conical shell surfaces with high degree of accuracy. Elevated storage cylindrical-conical tanks and silos supported by "unyielding" stiff ring girders, which sit on a cylindrical skirt or on multi equally spaced columns, are analyzed. The opportunity is also taken to investigate the effects of various geometrical parameters, such as the conical angle, the height/radius ratio of the cylindrical shell, the location of the ring girder relative to the junction and the influence of adding ring stiffeners on the behavior of the structure. It is concluded that the geometrical discontinuity at the junction causes concentrations of compressive inplane as well as bending stresses. These stresses can be significantly reduced by either increasing the inclination angle of the conical bottom or by placing the ring girder closer to the junction.
机译:在本文中,进行了一种研究,以研究使用有限元方法研究圆柱圆锥形壳结构的结的应力浓度。开发有限元解决方案并用于模拟结构。该解决方案利用弯曲的有限元件,该有限元能够以高精度模拟圆柱形和圆锥形壳表面。分析储存圆柱形圆锥罐和坐在圆柱形裙子或多同等间隔柱上的“不屈”坚硬的环梁支撑的升高的储存圆柱形罐和筒仓。的机会也被采取,调查各种几何参数,如锥形角度,圆柱形外壳的高度/半径比,该环梁的相对于所述结和所述行为增加环加劲肋的影响的位置的影响结构。结论是结合处的几何不连续性导致压缩浸入物以及弯曲应力的浓度。通过增加锥形底部的倾斜角度或通过将环梁更靠近结来显着降低这些应力。

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